[PDF][PDF] A new infinite class of Sasaki-Einstein manifolds
We show that for every positive curvature Kähler–Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
A New infinite class of Sasaki-Einstein manifolds
JP Gauntlett, D Martelli, JF Sparks… - Adv. Theor. Math. Phys …, 2004 - inspirehep.net
We show that for every positive curvature Kahler-Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
A New Infinite Class of Sasaki-Einstein Manifolds
JP Gauntlett, D Martelli, JF Sparks… - … IN THEORETICAL AND …, 2004 - iris.unito.it
We show that for every positive curvature Kahler-Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
A New Infinite Class of Sasaki-Einstein Manifolds
J Gauntlett, D Martelli, J Sparks… - … IN THEORETICAL AND …, 2004 - ora.ox.ac.uk
We show that for every positive curvature Kähler-Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki-Einstein manifolds X2n+ 3 in dimension 2n+ …
a countably infinite class of associated Sasaki-Einstein manifolds X2n+ 3 in dimension 2n+ …
A New Infinite Class of Sasaki-Einstein Manifolds
JP Gauntlett, D Martelli, JF Sparks… - arXiv e-prints, 2004 - ui.adsabs.harvard.edu
We show that for every positive curvature Kahler-Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
A New Infinite Class of Sasaki-Einstein Manifolds
JP Gauntlett, D Martelli, JF Sparks… - arXiv preprint hep-th …, 2004 - arxiv.org
We show that for every positive curvature Kahler-Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
a countably infinite class of associated Sasaki-Einstein manifolds X_ {2n+ 3} in dimension …
[PDF][PDF] A new infinite class of Sasaki-Einstein manifolds
JP Gauntlett, D Martelli, J Sparks… - Advances in Theoretical …, 2004 - intlpress.com
We show that for every positive curvature Kähler–Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
[PDF][PDF] A New Infinite Class of Sasaki-Einstein Manifolds
JP Gauntlett, D Martelli, J Sparks… - Adv. Theor. Math. Phys, 2004 - academia.edu
We show that for every positive curvature Kähler–Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
[PDF][PDF] A New Infinite Class of Sasaki-Einstein Manifolds
JP Gauntlett, D Martelli, J Sparks… - Adv. Theor. Math …, 2004 - scholar.archive.org
We show that for every positive curvature Kähler–Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
[PDF][PDF] A New Infinite Class of Sasaki-Einstein Manifolds
JP Gauntlett, D Martelli, JF Sparks, D Waldram - arXiv preprint hep-th/0403038 - Citeseer
We show that for every positive curvature Kähler–Einstein manifold in dimension 2n there is
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …
a countably infinite class of associated Sasaki–Einstein manifolds X2n+ 3 in dimension 2n+ …